2020
DOI: 10.1007/978-3-030-59728-3_28
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Estimating Tissue Microstructure with Undersampled Diffusion Data via Graph Convolutional Neural Networks

Abstract: Advanced diffusion models for tissue microstructure are widely employed to study brain disorders. However, these models usually require diffusion MRI (DMRI) data with densely sampled q-space, which is prohibitive in clinical settings. This problem can be resolved by using deep learning techniques, which learn the mapping between sparsely sampled q-space data and the high-quality diffusion microstructural indices estimated from densely sampled data. However, most existing methods simply view the input DMRI data… Show more

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Cited by 15 publications
(10 citation statements)
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“…Traditional deep learning models learn the relationship between sparsely sampled q -space data and high-quality microstructure indices estimated from densely sampled q -space, but these models do not consider the q -space data structure. Chen et al [ 127 ] adopted GCNs to estimate tissue microstructure from DMRI data represented as graphs. The graph encodes the geometric structure of the q -space sampling points which harnesses information from angular neighbours to improve estimation accuracy.…”
Section: Case Studies Of Gnn For Medical Diagnosis and Analysismentioning
confidence: 99%
“…Traditional deep learning models learn the relationship between sparsely sampled q -space data and high-quality microstructure indices estimated from densely sampled q -space, but these models do not consider the q -space data structure. Chen et al [ 127 ] adopted GCNs to estimate tissue microstructure from DMRI data represented as graphs. The graph encodes the geometric structure of the q -space sampling points which harnesses information from angular neighbours to improve estimation accuracy.…”
Section: Case Studies Of Gnn For Medical Diagnosis and Analysismentioning
confidence: 99%
“…Recent works that leverage supervised ML for model parameter estimation in qMRI typically employ one of two training data distributions: (1) parameter combinations obtained from traditional model fitting and the corresponding measured qMRI signals, 4,6,9,11,[14][15][16][17] or (2) parameters sampled uniformly from the entire plausible parameter space with simulated qMRI signals. 5,[18][19][20][21][22][23][24] While (1) uses parameter combinations directly estimated from the data so likely quantifies the model parameters with higher accuracy and precision for a given specific dataset, (2) supports choice of training data distribution, which may help improve generalizability and avoid problems arising from imbalance.…”
Section: Introductionmentioning
confidence: 99%
“…Traditional deep learning models learn the relationship between sparsely sampled q-space data and high-quality microstructure indices estimated from densely sampled q-space, but these models do not consider the q-space data structure. Chen et al [172] adopted GCNs to estimate tissue microstructure from DMRI data represented as graphs. The graph encodes the geometric structure of the q-space sampling points which harnesses information from angular neighbors to improve estimation accuracy.…”
Section: ) Coronavirus 2 (Sars-cov-2 or Covid-19)mentioning
confidence: 99%